Okay, here is one for all you fans of special relativity.
We have two space spaceships, A and B.
A is moving west at .9999C and B is moving east at .9999C and they are moving toward each other rather than apart. They have always been moving at these speeds as they were launched from frames of reference that had close to those velocities.
Now, the beings on A are suffering from an infection of some weird fungus and are seeking a cure. They know from a previous communication that there is a doctor on B that can cure this fugal infection. So the beings on B plan to launch a shuttle with the doctor on it to rendezvous with A, however neither A or B can afford to slow down.
The initial plan suggests that the doctor leave B in westerly direction and accelerate to rendezvous with A at some later point to the west where they match speed. Obviously timing is critical. However, the captain of B complains that they will need to expend all of their energy resources in accelerating the doctors shuttle and in doing so would guarantee their own demise, so he refuses.
The beings on A are not willing to give up hope and put their best minds to work on the problem. One particularly bright physicist claims that the captain of B is wrong. He suggests that since B is approaching A at more than .9999C, they could just use their magnetic decelerator beam to decelerate the doctors shuttle and actually extract an enormous amount of energy for future use, as well get their cure.
Who is right?
We have two space spaceships, A and B.
A is moving west at .9999C and B is moving east at .9999C and they are moving toward each other rather than apart. They have always been moving at these speeds as they were launched from frames of reference that had close to those velocities.
Now, the beings on A are suffering from an infection of some weird fungus and are seeking a cure. They know from a previous communication that there is a doctor on B that can cure this fugal infection. So the beings on B plan to launch a shuttle with the doctor on it to rendezvous with A, however neither A or B can afford to slow down.
The initial plan suggests that the doctor leave B in westerly direction and accelerate to rendezvous with A at some later point to the west where they match speed. Obviously timing is critical. However, the captain of B complains that they will need to expend all of their energy resources in accelerating the doctors shuttle and in doing so would guarantee their own demise, so he refuses.
The beings on A are not willing to give up hope and put their best minds to work on the problem. One particularly bright physicist claims that the captain of B is wrong. He suggests that since B is approaching A at more than .9999C, they could just use their magnetic decelerator beam to decelerate the doctors shuttle and actually extract an enormous amount of energy for future use, as well get their cure.
Who is right?